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Forward and inverse scattering algorithms based on contrast source integral equations/

"Forward scattering solutions are of increasing importance in computer assisted design. A fast and accurate way to solve the problem of forward scattering helps the advancement of technologies such as integrated optics, geophysical exploration, non-destructive testing, semiconductor metrology a...

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Bibliographic Details
Main Authors: Berg, P. M. van den
Corporate Authors: Wiley Online Library (Online service)
Published: Wiley,
Publisher Address: Hoboken, NJ :
Publication Dates: 2021.
Literature type: eBook
Language: English
Subjects:
Wave equation.
Scattering (Mathematics)
Integral equations.
Fourier transformations.
Optical data processing > Mathematical models.
Computer-aided design > Mathematical models.
Electronic books.
Online Access: https://onlinelibrary.wiley.com/doi/book/10.1002/9781119741602
Summary: "Forward scattering solutions are of increasing importance in computer assisted design. A fast and accurate way to solve the problem of forward scattering helps the advancement of technologies such as integrated optics, geophysical exploration, non-destructive testing, semiconductor metrology and biomedical imaging. In this book we formulate the forward problem in terms of the domain (or volume) type of integral equations, which can be efficiently solved with the help of Fast Fourier Transformation techniques"--
Item Description: Description based on print version record.
Carrier Form: 1 online resource (xxv, 510 pages) : illustrations
Also available in print.
Bibliography: Includes bibliographical references (pages 499-501) and index.
ISBN: 9781119741602 (electronic bk.)
9781119741541
Index Number: QC174
CLC: O175.27
Contents: Scalar waves -- Acoustic waves -- Electromagnetic waves -- Scalar wave inversion -- Acoustic wave inversion -- Electromagnetic wave inversion -- Matlab scripts.

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